Closed Sobolev estimates for Leray-projected transport noise yield unique local strong solutions of the 3D stochastic Euler equations, with blow-up characterized by L1([0,T]; W^{1,∞}).
Stochastics and Partial Differential Equations: Analysis and Computations 12(3), 1907–1981 (2024)
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Closed Estimates of Leray Projected Transport Noise and Strong Solutions of the Stochastic Euler Equations
Closed Sobolev estimates for Leray-projected transport noise yield unique local strong solutions of the 3D stochastic Euler equations, with blow-up characterized by L1([0,T]; W^{1,∞}).